Answer:
Direct labor rate variance= $22,500 unfavorable
Explanation:
Giving the following information:
Actual hours used 45,000
Actual rate per hour $15.00
Standard rate per hour $14.50
<u>To calculate the direct labor cost (rate) variance, we need to use the following formula:</u>
Direct labor rate variance= (Standard Rate - Actual Rate)*Actual Quantity
Direct labor rate variance= (14.5 - 15)*45,000
Direct labor rate variance= $22,500 unfavorable
Insurance products & services
Business Insurance. ...
Professional Indemnity. ...
Directors & Officers / Management Liability Insurance. ...
Property Insurance. ...
Motor Insurance / Commercial / Heavy Motor Insurance. ...
Home & Contents Insurance. ...
Cyber Insurance. ...
Business Interruption Insurance.
Answer:
B. Cost-plus pricing.
Explanation:
This is explained to be a cost based pattern or unique strategy which is seen to ensure that costs are been covered in the sense that all pricing variables are seen to add some particular percentage to mark its price. It is seen in most cases is obviously seen to cover all cost of what exactly it is a customer is seen to have loved or valued in the said product.
Certain scenarios has shown that optimization is rare in the discussed topic' way to calculate a price, it shouldn't be your only way of finding price.
The applicable formula is;
A = P(1-r)^n
Where;
A = Final purchasing power
P = Current purchasing power
r = inflation
n = Number of years when P changes to A
Confirming the first claim:
A = 1/2P (to be confirmed)
P = $3
r = 7% = 0.07
n = 10.25 years
Using the formula;
A = 3(1-0.07)^10.25 = 3(0.475) ≈ 3(0.5) = $1.5
And therefore, A = 1/2P after 10.25 years.
Now, give;
P = $9
A = 1/4P = $9/4 = $2.25
r = 6.5% = 0.065
n = ? (nearest year).
Substituting;
2.25 = 9(1-0.065)^n
2.25/9 = (1-0.065)^n
0.25 = (1-0.065)^n
ln (0.25)= n ln(1-0.065)
-1.3863 = -0.0672n
n = (-1.3863)/(-0.0672) = 20.63 years
To nearest year;
n = 21 years
Therefore, it would take approximately 21 years fro purchasing power to reduce by 4. That is, from $9 to $2.25.
